Фильтр Значений
от
до
Длина волны:
[Å]
Энергия:
см
-1
Показать автоионизационные состояния:
Максимальное n:
Максимальное l:
Сгруппировать по мультеплетностям:
Показать запрещенные линии (по мультиплетности):
Показать запрещенные линии (по четности):
Группировка уровней:
По терму
По числу J
Без группировки
Автоопределение
Ширина диаграммы:
px
Xe II
U
[cm
-1
]
0
169175
111792.2
140986.9
111958.9
139128.8
113512.4
139646
113672.9
140011.6
113705.4
139733.9
116783.1
139193.8
120414.9
121628.8
121179.8
123112.5
123254.6
124289.5
124571.1
128867.2
129667.4
130064
131923.8
132207.8
132741.2
148224.7
149191.7
138967.9
139005.3
139182.6
139498.5
139782
150096.9
155828.7
139903.6
150211.8
155842
140030
140185.7
140210
140335.1
147517.7
147569.1
148375.1
148585.9
148951.8
149280.4
149682.7
149800.2
155463.4
156128.5
156201.8
156235.8
156302.1
157102.6
157221
157416.6
157432.6
10537
0
161354.8
161354.2
161257.5
161238.2
161238.1
159617.5
159617.1
151564.6
151564.4
151522.6
156913.7
160164.2
151522.5
156913.8
160162.9
151501
156902.5
151498.9
156904.2
151452.6
156877
151451.3
156872.9
160143.9
151446.6
156875.5
151442.3
156873.8
138062.6
136569.6
135061
127527.3
154608.1
127010.8
154382.8
124302
154032.4
124070.1
153584.1
120853.2
153978.4
119085.5
153585.7
114914
152708.9
114905.2
152806.7
108007.3
144384.9
107381.7
144140.2
114751.1
146927.9
112703.6
146305.5
111327
145940.3
108423.1
145587.6
107904.5
148085.2
104250.1
145222.7
106475.2
139094.3
105947.6
138726.6
105313.3
139640.4
101535.7
136597.8
99405
136109.7
96858.2
136554.1
96033.5
135708.3
95437.7
135507.3
95396.7
135547.1
129248.4
112924.8
149802.8
109563.1
149697.2
106906.1
142929.9
157368.5
102799.1
142382.1
157091.9
101157.5
140883.4
95064.4
133189.4
147564.4
93068.4
132518.8
147310.5
90873.8
178969
~
~
88590
108690
128790
148890
5p
4
np
3
P
2
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3/2
5p
4
(
3
P
2
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4
(
3
P
2
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[2]
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5/2
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4
(
3
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2
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4
(
3
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2
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[3]
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5/2
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4
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3
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2
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4
(
3
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2
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[1]
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1/2
5p
4
(
3
P
2
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5p
4
(
3
P
2
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[3]
o
7/2
5p
4
(
3
P
2
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5p
4
(
3
P
2
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[1]
o
3/2
5p
4
(
3
P
2
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5p
4
(
3
P
2
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3
P
0
[1]
o
1/2
5p
4
(
3
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0
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[1]
o
3/2
5p
4
(
3
P
0
)6p, j=3/2
3
P
1
[0]
o
1/2
5p
4
(
3
P
1
)6p, j=1/2
[2]
o
5/2
5p
4
(
3
P
1
)6p, j=5/2
[2]
o
3/2
5p
4
(
3
P
1
)6p, j=3/2
[1]
o
3/2
5p
4
(
3
P
1
)6p, j=3/2
[1]
o
1/2
5p
4
(
3
P
1
)6p, j=1/2
1
D
2
[3]
o
5/2
5p
4
(
1
D
2
)6p, j=5/2
[1]
o
3/2
5p
4
(
1
D
2
)6p, j=3/2
[3]
o
7/2
5p
4
(
1
D
2
)6p, j=7/2
[2]
o
3/2
5p
4
(
1
D
2
)6p, j=3/2
[2]
o
5/2
5p
4
(
1
D
2
)6p, j=5/2
[1]
o
1/2
5p
4
(
1
D
2
)6p, j=1/2
1
S
0
[1]
o
1/2
5p
4
(
1
S
0
)6p, j=1/2
[1]
o
3/2
5p
4
(
1
S
0
)6p, j=3/2
5p
4
nf
3
P
2
[4]
o
9/2
5p
4
(
3
P
2
)4f, j=9/2
[3]
o
7/2
5p
4
(
3
P
2
)4f, j=7/2
[3]
o
5/2
5p
4
(
3
P
2
)4f, j=5/2
[2]
o
3/2
5p
4
(
3
P
2
)4f, j=3/2
[5]
o
11/2
5p
4
(
3
P
2
)4f, j=11/2
5p
4
(
3
P
2
)5f, j=11/2
5p
4
(
3
P
2
)6f, j=11/2
[5]
o
9/2
5p
4
(
3
P
2
)4f, j=9/2
5p
4
(
3
P
2
)5f, j=9/2
5p
4
(
3
P
2
)6f, j=9/2
[4]
o
7/2
5p
4
(
3
P
2
)4f, j=7/2
[1]
o
1/2
5p
4
(
3
P
2
)4f, j=1/2
[2]
o
5/2
5p
4
(
3
P
2
)4f, j=5/2
[1]
o
3/2
5p
4
(
3
P
2
)4f, j=3/2
3
P
0
[3]
o
5/2
5p
4
(
3
P
0
)4f, j=5/2
[3]
o
7/2
5p
4
(
3
P
0
)4f, j=7/2
3
P
1
[2]
o
3/2
5p
4
(
3
P
1
)4f, j=3/2
[4]
o
9/2
5p
4
(
3
P
1
)4f, j=9/2
[2]
o
5/2
5p
4
(
3
P
1
)4f, j=5/2
[4]
o
7/2
5p
4
(
3
P
1
)4f, j=7/2
[3]
o
7/2
5p
4
(
3
P
1
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[3]
o
5/2
5p
4
(
3
P
1
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1
D
2
[1]
o
3/2
5p
4
(
1
D
2
)4f, j=3/2
[5]
o
11/2
5p
4
(
1
D
2
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[5]
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9/2
5p
4
(
1
D
2
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[2]
o
5/2
5p
4
(
1
D
2
)4f, j=5/2
[2]
o
3/2
5p
4
(
1
D
2
)4f, j=3/2
[3]
o
7/2
5p
4
(
1
D
2
)4f, j=7/2
[3]
o
5/2
5p
4
(
1
D
2
)4f, j=5/2
[4]
o
9/2
5p
4
(
1
D
2
)4f, j=9/2
[4]
o
7/2
5p
4
(
1
D
2
)4f, j=7/2
5p
5
2
P
o
1/2
5p
5
, j=1/2
2
P
o
3/2
5p
5
, j=3/2
5p
4
ng
3
P
1
[4]
9/2
5p
4
(
3
P
1
)5g, j=9/2
[4]
7/2
5p
4
(
3
P
1
)5g, j=7/2
[5]
11/2
5p
4
(
3
P
1
)5g, j=11/2
[3]
7/2
5p
4
(
3
P
1
)5g, j=7/2
[3]
5/2
5p
4
(
3
P
1
)5g, j=5/2
3
P
0
[4]
9/2
5p
4
(
3
P
0
)5g, j=9/2
[4]
7/2
5p
4
(
3
P
0
)5g, j=7/2
3
P
2
[2]
5/2
5p
4
(
3
P
2
)5g, j=5/2
[2]
3/2
5p
4
(
3
P
2
)5g, j=3/2
[6]
11/2
5p
4
(
3
P
2
)5g, j=11/2
5p
4
(
3
P
2
)6g, j=11/2
5p
4
(
3
P
2
)7g, j=11/2
[6]
13/2
5p
4
(
3
P
2
)5g, j=13/2
5p
4
(
3
P
2
)6g, j=13/2
5p
4
(
3
P
2
)7g, j=13/2
[3]
5/2
5p
4
(
3
P
2
)5g, j=5/2
5p
4
(
3
P
2
)6g, j=5/2
[3]
7/2
5p
4
(
3
P
2
)5g, j=7/2
5p
4
(
3
P
2
)6g, j=7/2
[4]
9/2
5p
4
(
3
P
2
)5g, j=9/2
5p
4
(
3
P
2
)6g, j=9/2
[5]
11/2
5p
4
(
3
P
2
)5g, j=11/2
5p
4
(
3
P
2
)6g, j=11/2
5p
4
(
3
P
2
)7g, j=11/2
[4]
7/2
5p
4
(
3
P
2
)5g, j=7/2
5p
4
(
3
P
2
)6g, j=7/2
[5]
9/2
5p
4
(
3
P
2
)5g, j=9/2
5p
4
(
3
P
2
)6g, j=9/2
5p
4
nd
1
S
0
[2]
3/2
5p
4
(
1
S
0
)5d, j=3/2
[2]
5/2
5p
4
(
1
S
0
)5d, j=5/2
1
D
2
[0]
1/2
5p
4
(
1
D
2
)5d, j=1/2
[2]
3/2
5p
4
(
1
D
2
)5d, j=3/2
5p
4
(
1
D
2
)6d, j=3/2
[1]
1/2
5p
4
(
1
D
2
)5d, j=1/2
5p
4
(
1
D
2
)6d, j=1/2
[2]
5/2
5p
4
(
1
D
2
)5d, j=5/2
5p
4
(
1
D
2
)6d, j=5/2
[1]
3/2
5p
4
(
1
D
2
)5d, j=3/2
5p
4
(
1
D
2
)6d, j=3/2
[3]
7/2
5p
4
(
1
D
2
)5d, j=7/2
5p
4
(
1
D
2
)6d, j=7/2
[3]
5/2
5p
4
(
1
D
2
)5d, j=5/2
5p
4
(
1
D
2
)6d, j=5/2
[4]
7/2
5p
4
(
1
D
2
)5d, j=7/2
5p
4
(
1
D
2
)6d, j=7/2
[4]
9/2
5p
4
(
1
D
2
)5d, j=9/2
5p
4
(
1
D
2
)6d, j=9/2
3
P
0
[2]
5/2
5p
4
(
3
P
0
)5d, j=5/2
5p
4
(
3
P
0
)6d, j=5/2
[2]
3/2
5p
4
(
3
P
0
)5d, j=3/2
5p
4
(
3
P
0
)6d, j=3/2
3
P
1
[3]
5/2
5p
4
(
3
P
1
)5d, j=5/2
5p
4
(
3
P
1
)6d, j=5/2
[2]
5/2
5p
4
(
3
P
1
)5d, j=5/2
5p
4
(
3
P
1
)6d, j=5/2
[2]
3/2
5p
4
(
3
P
1
)5d, j=3/2
5p
4
(
3
P
1
)6d, j=3/2
[3]
7/2
5p
4
(
3
P
1
)5d, j=7/2
5p
4
(
3
P
1
)6d, j=7/2
[1]
3/2
5p
4
(
3
P
1
)5d, j=3/2
5p
4
(
3
P
1
)6d, j=3/2
[1]
1/2
5p
4
(
3
P
1
)5d, j=1/2
5p
4
(
3
P
1
)6d, j=1/2
3
P
2
[3]
5/2
5p
4
(
3
P
2
)5d, j=5/2
5p
4
(
3
P
2
)6d, j=5/2
[0]
1/2
5p
4
(
3
P
2
)5d, j=1/2
5p
4
(
3
P
2
)6d, j=1/2
[1]
3/2
5p
4
(
3
P
2
)5d, j=3/2
5p
4
(
3
P
2
)6d, j=3/2
[4]
7/2
5p
4
(
3
P
2
)5d, j=7/2
5p
4
(
3
P
2
)6d, j=7/2
[4]
9/2
5p
4
(
3
P
2
)5d, j=9/2
5p
4
(
3
P
2
)6d, j=9/2
[1]
1/2
5p
4
(
3
P
2
)5d, j=1/2
5p
4
(
3
P
2
)6d, j=1/2
[2]
3/2
5p
4
(
3
P
2
)5d, j=3/2
5p
4
(
3
P
2
)6d, j=3/2
[3]
7/2
5p
4
(
3
P
2
)5d, j=7/2
5p
4
(
3
P
2
)6d, j=7/2
[2]
5/2
5p
4
(
3
P
2
)5d, j=5/2
5p
4
(
3
P
2
)6d, j=5/2
5p
4
ns
1
S
0
[0]
1/2
5p
4
(
1
S
0
)6s, j=1/2
1
D
2
[2]
3/2
5p
4
(
1
D
2
)6s, j=3/2
5p
4
(
1
D
2
)7s, j=3/2
[2]
5/2
5p
4
(
1
D
2
)6s, j=5/2
5p
4
(
1
D
2
)7s, j=5/2
3
P
1
[1]
1/2
5p
4
(
3
P
1
)6s, j=1/2
5p
4
(
3
P
1
)7s, j=1/2
5p
4
(
3
P
1
)8s, j=1/2
[1]
3/2
5p
4
(
3
P
1
)6s, j=3/2
5p
4
(
3
P
1
)7s, j=3/2
5p
4
(
3
P
1
)8s, j=3/2
3
P
0
[0]
1/2
5p
4
(
3
P
0
)6s, j=1/2
5p
4
(
3
P
0
)7s, j=1/2
3
P
2
[2]
3/2
5p
4
(
3
P
2
)6s, j=3/2
5p
4
(
3
P
2
)7s, j=3/2
5p
4
(
3
P
2
)8s, j=3/2
[2]
5/2
5p
4
(
3
P
2
)6s, j=5/2
5p
4
(
3
P
2
)7s, j=5/2
5p
4
(
3
P
2
)8s, j=5/2
5s5p
6
2
S
1/2
5s5p
6
, j=1/2
926.75
912.717
931.255
935.401
939.188
898.255
887.28
805.997
839.736
871.452
885.544
943.859
949.55
1051.923
1074.483
1100.425
675.288
1048.251
1041.309
959.233
972.772
988.562
1032.439
804.492
925.866
724.307
720.84
732.225
732.311
740.406
716.127
702.336
677.672
680.605
692.593
699.643
750.813
718.938
784.148
787.333
773.706
4775.75
4775.22
4779.16
4823.36
4773.19
4786.66
4787.75
4732.52
7772.1
4713.87
7618.5
4715.14
4721
4791.83
4731.22
4769.04
7712.4
4802.02
4830.85
4799.42
4832.21
4713.83
4841.64
4840.88
4798.32
4830.18
4840.93
4792.54
4795.33
4817.16
7670.6
4796.45
4818.02
4676.41
4666.25
4655.2
4653.01
4668.49
4672.19
4674.57
4674.07
4651.94
4630.03
4615.45
4615.1
4615.5
4617.45
4630
4619.42
4675.38
4844.32
4699.62
7530.7
4698.04
4704.65
4708.88
7548.4
4712.57
4693.28
4692
4678.31
4676.76
4679.4
4681.69
4688.2
4685.91
7594.5
4974.46
5108.68
5103.97
5103.86
5122.43
5125.69
5182.28
5178.82
5099.57
5091.97
5066.4
5052.53
5069.82
5073.8
5081.1
5080.64
5184.49
5188.08
5259.91
5226.84
5226.61
5260.44
5261.98
5268.31
5268.27
5218.18
7787.1
5192.12
5191.37
5194.92
5199.96
5202.01
5201.42
5044.94
5040.1
4892.31
4890.06
4887.29
4900.01
4905.2
4921.47
4919.64
4884.18
4883.51
4850.23
4850.12
4853.76
4862.47
4876.49
4868.87
4934.3
4964.98
5001
4993.91
5012.82
5017.44
5036.2
5018.74
4993.03
4991.15
4972.7
4971.68
4603.04
4974.86
4988.78
4987.81
4847.55
4535.05
4180.4
4180.1
4179.99
4193.15
4197.8
4208.46
4201.25
4170.97
4162.15
4131.41
4130.98
4138.83
4148.15
4158.06
4152.84
4209.44
4213.72
4250.19
4245.37
4244.39
4251.57
4263.62
4295.26
4269.82
4243.88
4238.21
4215.2
4214.7
4215.62
4222.99
4238.12
4237.19
4121.84
4113.51
4051.26
4057.47
4062.12
4044.9
4044.67
4037.54
4039.69
4066.58
4072.13
4100.95
4103.08
4100.33
4098.93
4073.49
4091.92
4037.32
4035.9
4110.41
4002.32
4112.12
4112.41
4113.21
7378.4
4003.25
4008.37
4026.89
4029.84
4026.15
4025.17
4016.59
4017.88
4296.39
4296.7
4524.21
4521.85
4509.02
4532.5
5282.48
4537.01
4536.87
7495.4
4507.12
4470.89
4465.6
4480.8
4485.94
4489.02
4488.5
7503
4540.86
4580.69
7508.7
4577.11
4585.47
4591.76
4593.7
4592.06
4571.84
4567.96
4550.78
4545.22
4550.95
7508.2
4563
4555.88
7471.9
4464.63
4367.03
4357.1
4342.62
4369.17
4372.42
4379.39
4373.73
7343.4
4337
4310.43
4306.21
4321.81
7400.6
4335.81
4330.52
4384.91
4392.2
4440.96
4427.57
4448.13
4451.3
4462.19
7458
4416.03
4414.82
4395.77
4393.2
4404.55
4406.82
4414.75
7410
4596.39
5438.97
7301.8
6036.2
6619.5
6048.7
7284.3
6620
6024.6
5998.7
6000.1
6008.9
6024.1
7279.9
6083.3
6127.4
6143.5
6146.5
6618.4
6115.1
6107.4
6093.5
6097.6
6101.5
5291.27
6634.2
6638.8
6702.2
6694.3
5964.4
5971.2
5958
5945.5
7149
6744.3
5934.6
5935.2
5973.2
5976.4
5998.4
6663
6642.6
7147.4
6665.3
7074.8
5979.1
5988.4
6691.2
5991.8
7279.6
6155.3
6461.5
6442.5
6479.8
6483.8
6502.6
6440
7215.9
6418.6
6421.5
6426.9
6615.2
6510.1
6512.4
6563.2
6569.1
6597.3
6573.7
6556.7
6545.7
6512.8
6515.4
6515.4
6528.6
6398
6375.3
6255.4
6270.9
7258.5
7258.5
6235.4
6203.4
6184.6
6185
6185.9
6194.1
7245.4
6277.5
6318.2
6344
6353.2
6356.3
6311.5
6304.9
6284.4
6296.5
6298.3
6300.9
5928.2
5934.1
7882.6
6910.2
5551.46
5570.78
5572.19
5525.56
7100.6
5481.07
7004
5518.57
7862.7
5583.5
5591.6
5650.4
5659.4
5667.6
5671
5633.3
5625
5594.87
5612.94
5616.67
5624.8
7094.3
7825.9
5339.33
5363.19
7082.1
5368.06
5327.86
7052.6
5292.21
5309.27
5313.88
7072.4
5372.39
5415.43
5450.93
5460.38
7017
5469.57
5450.48
5445.46
5419.14
5428.01
7805.6
4104.94
5921.6
7882.7
5859.5
7988
5877.2
5890
5890.5
5855.5
7976.7
5835
7920.5
7976.4
5849
5891
7991.2
6788.7
6756.8
5913
5917.4
5912.8
6790.4
5893.3
7991.5
5905.1
5909.6
5824.6
5821.6
5719.6
5716.1
5726.9
7133.3
5730
7892.5
5699.6
5681.8
7889.5
5686.5
5688.1
5675.1
5744
7339.3
5792
5809.7
5815.9
5776.4
5758.7
7897.7
5751
5752.6
4154.63
8752.2
4156.16
9259.3
9475.2
9604.5
9447.5
9400.6
9304.8
9331.6
9615.4
9671.6
10914.3
11116.6
10220.4
9837.8
9698.7
9774.7
9288.4
9265.6
8804.6
4000.53
8796.8
8785.9
7164.8
8760.1
8855.8
8897
9226.4
4027.89
9193.9
9106.2
8902.7
9017.3
4148.19
8315.8
8035.5
8038.3
8031.6
8020.1
8014.2
8080.4
8115.7
8151.7
8142.5
8136.8
8116.1
8008.4
8005.7
5164.7
5472.61
5213.17
5247.75
5319.7
5507.47
5518.84
8001.9
5780.8
4890.01
5531.06
8262.6
8285.7
8567
6598.8
6595
8565
8515
8584.1
8604.2
8716.2
6990.9
6805.7
8628.9
8482.6
8467.7
6051.1
4619.59
8297.5
4633.29
8329.3
8339.3
8465.5
8378.2
8351.5
8351.1
4203.2
3720.8
2723.42
2721.26
2725.7
2731.51
2733.17
2715.77
2712.21
2702.23
2698.39
2703.43
2705.3
2711.03
2739.81
2746.84
2766.97
2763.58
2770.41
2774.88
2781.93
2762.77
2762.32
2747.69
2751.75
2756.52
2757.95
2691.47
2686.17
2561.48
2554.21
2572.88
2572.96
2576.98
2551.71
2538.04
2523.65
2517.04
2523.9
2526.93
2530.22
2598.43
2606.98
2657.03
2648.83
2663.32
2672.22
2683.81
2640.58
2633.94
2607.4
2621.44
2629.61
2630.38
2783.8
2785.45
2950.69
2949.73
2951.67
2952.48
2954.5
2942.1
2935.82
2924.39
2923.06
2927.56
2933.35
2934.79
2958.44
2958.6
2986.84
2979.33
2990.55
2990.61
2991.74
2974.87
2973.2
2963.43
2966.73
2972.33
2972.78
2919.87
2917.1
2836.17
2832.04
2850.96
2852.3
2853.1
2827.89
2820.02
2792.57
2794.64
2802.54
2819
2854.53
2861.9
2902.7
2895.24
2905.09
2907.18
2910.64
2889.08
2883.72
2864.76
2866.76
2867.33
2881.14
2509.95
2491.8
2235.51
2234.99
2239.79
2245.62
2247.16
2230.79
2226.04
2222.76
2215.56
2224.23
2224.3
2224.58
2249.83
2254.75
2265.94
2265.59
2266.78
2268.7
2273.16
2265
2264.19
2256.56
2256.83
2259.23
2262.95
2214.36
2208.25
2102.85
2069.95
2117.18
2120.6
2128.73
2068.39
2065.56
8804.6
9591.3
2021.13
2036.2
2043.48
2138.87
2142.24
2178.25
2176.22
2192.77
2193.4
2193.45
2170.38
2167.85
2146.28
2153.1
2154.84
2166.04
2273.34
2282.55
2387.77
2386.15
2391.05
2398.77
2404.85
2385.91
2379.12
8347.3
2360.47
2364.15
2364.62
2368.7
2405.95
2409.79
2441.59
2438.68
2470.18
2479.4
2490.78
2435.48
2432.71
2410.71
2419.48
2422.15
8214.9
2356.74
2356.24
2299.99
2299.36
2304.64
2307.29
2308.17
2292.42
2292.21
2283.14
2285.95
2287.9
2290.85
2313.7
2314.17
2344.48
2342.22
2350.09
2353.52
2353.89
2335.45
2321.53
2314.3
2316.23
2316.83
2319.73
2991.75
3003.97
3611.49
3607.4
3618.03
3621.92
3634.49
3589.86
3588.92
3562.51
3561.71
3564.28
3578.57
3588.63
3644.44
3644.89
3674
3672.57
3684.18
3690.79
3691.84
3665.3
3663.95
3645.3
3654.32
3658.43
3661.68
3548.67
3546.32
3461.25
3460.09
3462.84
3464.17
3474.26
3446.32
3436.47
3413.2
3412.61
3417
3420.74
3432.53
3482.29
3485.19
3530.19
3521.56
3534.65
3538.06
3539.27
3513.61
3509.79
3500.35
3503.15
3506.55
3508.87
3698.51
3711.67
3907.9
3905.85
3916.55
3920.73
3926.79
3905.29
3885.39
3858.53
3849.87
3869.62
3883.77
3885.03
3928.38
3933.22
3972.61
3962.15
3975.6
3981.17
3990.3
3954.75
3951.6
3937.62
3938.89
3942.19
3943.58
3848.58
3829.79
3762.06
3756.85
3763.36
3765.66
3773.91
3745.62
3741.29
3715.67
3717.18
3731
3731.17
3775.51
3778.73
3811.04
3810.5
3815.14
3823.47
3826.22
3807.32
3805.69
3780.7
3783.2
3787.32
3800.97
3399.38
3395.52
3087.36
3085.18
3090.48
3092.41
3094.55
3085.12
3082.86
3067.28
3066.58
3067.31
3073.19
3082.61
3096.88
3098.2
3121.88
3116.76
3124.08
3128.31
3128.47
3112.74
3108
3098.51
3101.6
3104.43
3106.5
3063.79
3061.56
3022.2
3019.77
3027.29
3027.61
3033.71
3017.47
3015.62
3005.86
3006.98
3009.13
3013.82
3036.87
3037.32
3048.53
3048.1
3051
3055.48
3056.53
3047.84
3047.7
3044.76
3045.27
3046.22
3047.53
3130.57
3142.55
3310.86
3298.73
3311.82
3313.51
3316.37
3296.17
3281.31
3267.34
3264.07
3268.1
3274.8
3281.27
3320.62
3327.48
3381.33
3375.19
3384.15
3386.28
3388.09
3373.91
3366.75
3338.82
3339.58
3347.29
3353.42
3262.04
3250.57
3174.57
3168.67
3181.39
3184.47
3193.75
3165.28
3164.25
3143.66
3148.99
3151.02
3159.77
3194.9
3194.97
3233.23
3225.08
3247.79
3248.78
3249.37
3212.28
3211.59
3196.2
3201.71
3202.05
3206.74
3996.04
3979
2171.65
2124.72
2232.83
2241.84
2248.21
2108.19
2076.31
1881.53
1972.7
2040.43
2053.74
2256.83
2261.32
2352.08
2362.95
2369.09
2369.59
2351.59
2351.19
2285.28
2294.58
2296.55
2350.7
1244.759
1183.049
803.058
842.379
854.772
858.562
793.543
784.156
755.328
758.466
767.186
774.573
880.801
976.679
1083.869
1103.503
1158.464
1169.639
1067.087
1048.102
992.162
1027.037
1032.581
1037.677
2392.26
2420.77
2968.97
2887.13
3145.04
3162.95
3175.64
2857.21
2840.74
2734.16
2748.87
2757.85
2825.41
3250.09
3259.35
3604.82
3612.36
3657.74
3742.02
3557.87
3516.75
3260.75
3272.94
3467.68
3504.29
2718.8
2670.7
2466.64
2468.47
2475.9
2478.86
2446.8
2442.84
2421.28
2422.94
2425.08
2442.57
2489.11
2524.48
2623.18
2655.47
2659.27
2668.04
2617.14
2605.56
2526.86
2553.77
2584.92
2597.01
3980.4
Xe II
U
[eV]
0
21
22.2
~
~
11
13.5
16
18.5